Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit383-10-20021223_145400_20021223_193900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/12/23 |
Start Time | | 2002/12/23 14:54 |
End Time | | 2002/12/23 19:37 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 13.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 153.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit383-10-20021223_145400_20021223_193900-constBx0 |
Minimum Dst Value | | -56 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |